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#
MATH 6605 3.00AF (Fall 2015)

* Probability Theory
*

Information about Assignments and Exams will be posted here, as it becomes
available.
## Final Grades

You are welcome to come and look at your final exams in my office, if
you are curious about how you did. The following gives the grade distribution
we ended up with:
A+ (2); A (1); A- (4); B+ (1); C (2)
## Final Exam

The final exam will be December 18, 9am-12noon in CB122. You will not be
responsible for topics that we just surveyed, such as Berry-Esseen, the
law of the iterated logarithm, stable laws, tightness and the full version
of the continuity theorem, or general infinitely divisible laws. We did
cover the compound Poisson case thoroughly though, so that is fair game.
Here is a copy of one old
exam and
here is another.
I thought the final exam was done much better than the midterm, though
the numerical percentages don't necessarily reflect that. There were a
number of people whose performance improved between the midterm and the
final exam, and I took that into account when setting final grades. The
following is a stem and leaf plot of the final exam scores (out of 120):

- 12 |
- 11 | 2
- 10 | 0
- 09 | 479
- 08 | 13
- 07 | 7
- 06 |
- 05 |
- 04 | 7
- 03 |
- 02 | 9

## Tests

## Assignments